[1] | Galton F (1880) Visualised numerals. Nature 21: 252–256.
|
[2] | Hubbard EM, Piazza M, Pinel P, Dehaene S (2005) Interactions between number and space in parietal cortex. Nature Reviews Neuroscience 6: 435–448.
|
[3] | McCrink K, Dehaene S, Dehaene-Lambertz G (2007) Moving along the number line: Operational momentum in nonsymbolic arithmetic. Perception & Psychophysics 69(8): 1324–1333.
|
[4] | Cordes S, Gallistel CR, Gelman R, Latham P (2007) Nonverbal arithmetic in humans: Light from noise. Perception & Psychophysics 69(7): 1185–1203.
|
[5] | Knops A, Viarouge A, Dehaene S (2009) Dynamic representations underlying symbolic and nonsymbolic calculation: Evidence from the operational momentum effect. Attention, Perception, & Psychophysics 71(4): 803–821.
|
[6] | Knops A, Thirion B, Hubbard EM, Michel V, Dehaene S (2009) Recruitment of an area involved in eye movements during mental arithmetic. Science 324: 1583–1585.
|
[7] | Pinhas M, Fisher MH (2008) Mental movements without magnitude? A study of spatial biases in symbolic arithmetic. Cognition 109: 408–415.
|
[8] | McCrink K, Wynn K (2009) Operational momentum in large-number addition and subtraction by 9-month-old infants. Journal of Experimental Child Psychology 103: 400–408.
|
[9] | Chen Q, Verguts T (2010) Beyond the mental number line: A neural network model of number-space interactions. Cognitive Psychology 60: 218–240.
|
[10] | Dehaene S, Spelke E, Pinel P, Stanescu R, Pinel P, et al. (1999) Sources of mathematical thinking: Behavioral and brain-imaging evidence. Science 284: 970–974.
|
[11] | Anderson R, Cui H (2009) Intention, action planning, and decision making in parietal-frontal circuits. Neuron 63: 568–583.
|
[12] | Deneve S, Latham PE, Pouget A (2001) Efficient computation and cue integration with noisy population codes. Nature neuroscience 4(8): 826–831.
|
[13] | Pouget A, Snyder LH (2000) Computational approaches to sensorimotor transformations. Nature Neuroscience 3: 1192–1198.
|
[14] | Dehaene S, Cohen L (2007) Cultural recycling of cortical maps. Neuron 56(2): 384–398.
|
[15] | Dehaene S (2007) Symbols and quantities in parietal cortex: Elements of a mathematical theory of number representation and manipulation. In: Haggard P, Rossetti Y, Kawato M, editors. Attention and Performance XXII. Sensori-motor foundations of higher cognition. Cambridge, Mass: Harvard University Press. pp. 527–574.
|
[16] | Dehaene S, Izard V, Spelke E, Pica P (2008) Log or linear? Distinct intuitions of the number scale in Western and Amazonian indigene cultures. Science 320: 1217–1220.
|
[17] | Siegler RS, Opfer JE (2003) The development of numerical estimation: Evidence for multiple representations of numerical quantity. Psychological Science 14(3): 237–243.
|
[18] | Viarouge A, Hubbard EM, Dehaene S, Sackur J (2010) Number line compression and the illusory perception of random number. Experimental Psychology 57: 446–454.
|
[19] | Barth H, Paladino AM (2011) The developmental of numerical estimation: Evidence against a representational shift. Developmental Science 14: 125–135.
|
[20] | Salinas E (2004) Fast remapping of sensory stimuli onto motor actions on the basis of contextual modulation. Journal of Neuroscience 24(5): 1113–1118.
|
[21] | Desimone R, Duncan J (1995) Neural mechanisms of selective visual attention. Annual Review Neuroscience 18: 193–222.
|
[22] | Barsalou LW (1999) Perceptual symbol systems. Behavioral and Brain Sciences 22: 577–609.
|
[23] | Salinas E, Abbott LF (1995) Transfer of coded information from sensory to motor networks. Journal of Neuroscience 15(10): 6461–6474.
|
[24] | Gottlieb J (2007) From thought to action: The parietal cortex as a bridge between perception, action, and cognition. Neuron 53: 9–16.
|
[25] | Verguts T, Fias W (2005) Interacting neighbors: A connectionist model of retrieval in single-digit multiplication. Memory & Cognition 33: 1–16.
|